Is a graph symmetric to the x-axis always, sometimes, or never a function? Please explain!!!

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asked Sep 3, 2019 34.5k views

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Dskinner · Answer 1 · 2019-09-07T19:35:50+0000

Answer:

Never

Explanation:

Consider x = y^2 That is symmetric around the x axis. Ever value of x except 0 gives an x value that has 2 y values associated with it. See the graph below. I can't think of an example where something symmetric around the x axis is a function.

Is a graph symmetric to the x-axis always, sometimes, or never a function? Please-example-1

Is a graph symmetric to the x-axis always, sometimes, or never a function? Please explain!!!

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